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12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
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}
div.testarea{
animation:rwdcur258852 1.3333333333333s linear infinite forwards;
}
